AbstractIt is proved that L∞(GH) does not contain any proper G-invariant closed subspaces of finite codimension, where the hypotheses are that G is a locally compact group, H a closed subgroup such that GH is compact, and such that ΔG¦H ≠ ΔH, where Δ denotes the modular function of the group involved
AbstractA remarkable result by Nordgren, Rosenthal and Wintrobe states that a positive answer to the...
We show that if Tφ has a nontrivial invariant subspace in the set of invariant subspaces of Tz then ...
AbstractThis paper answers two questions about unitarily equivalent pairs of invariant subspaces X1 ...
AbstractIt is proved that L∞(GH) does not contain any proper G-invariant closed subspaces of finite ...
AbstractLet G be a σ-compact and locally compact group. If f ϵ L∞(G) let Uf be the closed subspace o...
AbstractThis article generalizes recent results in the extra invariance for shift-invariant spaces t...
This article generalizes recent results in the extra invariance for shift-invariant spaces to the co...
AbstractLet G be an arbitrary locally compact Hausdorff group, and let L∞(G) be the set of essential...
Abstract. Let G be a real Lie group, Λ be a lattice in G and Γ be a compactly generated closed subgr...
. We characterize discrete groups \Gamma ae GL(n;R) which act properly discontinuously on the homoge...
Let G be a locally compact unimodular group. Then the space L²(G) is invariant under left and right ...
AbstractFor an arbitrary separable locally compact group G we exhibit a canonical Borel subset ĜΔ o...
be a locally compact group. A difference subspace of LP(G)(1 ≤ p ≤ oo) is a vector subspace of LP(G)...
summary:Let $F$ be a field, $A$ be a vector space over $F$, $\operatorname{GL}(F,A)$ be the group of...
Abstract. We prove that each closed locally continuum-connected subspace of a finite dimensional top...
AbstractA remarkable result by Nordgren, Rosenthal and Wintrobe states that a positive answer to the...
We show that if Tφ has a nontrivial invariant subspace in the set of invariant subspaces of Tz then ...
AbstractThis paper answers two questions about unitarily equivalent pairs of invariant subspaces X1 ...
AbstractIt is proved that L∞(GH) does not contain any proper G-invariant closed subspaces of finite ...
AbstractLet G be a σ-compact and locally compact group. If f ϵ L∞(G) let Uf be the closed subspace o...
AbstractThis article generalizes recent results in the extra invariance for shift-invariant spaces t...
This article generalizes recent results in the extra invariance for shift-invariant spaces to the co...
AbstractLet G be an arbitrary locally compact Hausdorff group, and let L∞(G) be the set of essential...
Abstract. Let G be a real Lie group, Λ be a lattice in G and Γ be a compactly generated closed subgr...
. We characterize discrete groups \Gamma ae GL(n;R) which act properly discontinuously on the homoge...
Let G be a locally compact unimodular group. Then the space L²(G) is invariant under left and right ...
AbstractFor an arbitrary separable locally compact group G we exhibit a canonical Borel subset ĜΔ o...
be a locally compact group. A difference subspace of LP(G)(1 ≤ p ≤ oo) is a vector subspace of LP(G)...
summary:Let $F$ be a field, $A$ be a vector space over $F$, $\operatorname{GL}(F,A)$ be the group of...
Abstract. We prove that each closed locally continuum-connected subspace of a finite dimensional top...
AbstractA remarkable result by Nordgren, Rosenthal and Wintrobe states that a positive answer to the...
We show that if Tφ has a nontrivial invariant subspace in the set of invariant subspaces of Tz then ...
AbstractThis paper answers two questions about unitarily equivalent pairs of invariant subspaces X1 ...
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